OK,thanks. Now, let's say N pairs of electrons are entangled at some position x=0 so that each electron spin can be determined from it's entangled partner. Half travel off in the +x direction, while the entangled counterparts travel off (same speed) in the -x direction. N of the interference devices you mentioned above are sitting at x=10, and N regular Stern-Gerlach devices sit at x= -10. The regular Stern-Gerlach devices may be turned all on or all off with a switch (so they can either measure the spin or not).
Isn't it true that:
1) When the regular Stern Gerlach devices are turned on, the spin of each electron (and it's entagled counterpart) are known, and therefore the collection of measurements from the N interference devices (at x=10) show no interference pattern.
2) When the regular Stern Gerlach devices are off, the spin of the electrons (and their entangled counterparts) is unknown, and therefore the N measurements from the interference device show an interference pattern.
3) From 1 and 2, someone standing at x=10 can determine (with arbitrarily high probability by increasing N) whether or not the regular Stern Gerlach devices at x=-10 were turned on?
Something must be wrong with with what I've just said, since it would lead to all sorts of contradictions (info about the switch being on or off travels an arbitrary distance faster than c). However, I can't seem to spot the problem.
Any input would be greatly appreciated.